sum of 2 digits.numbers and the number oftend by reversing its digits is 66.if the different of both digits is 2.then find the numbers.
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Answered by
1
A B + BA = 66
AB = 10 * A + B
B A = 10 * B + A
So AB + BA = 11 A + 11 B = 11 (A+B) = 66
A + B = 6
A = B + 2 => B + 2 + B = 6 => B = 2 => A = 4
numbers are 24 and 42
AB = 10 * A + B
B A = 10 * B + A
So AB + BA = 11 A + 11 B = 11 (A+B) = 66
A + B = 6
A = B + 2 => B + 2 + B = 6 => B = 2 => A = 4
numbers are 24 and 42
Answered by
0
let x and y be two digits hence tens digit numbr will be 10x+y
on reversing it will be 10y+x
a/q 10x+y+10y+x=66 or x+y=11
also x-y=2
adding both eq. we get x=13/2 y=9/2
on reversing it will be 10y+x
a/q 10x+y+10y+x=66 or x+y=11
also x-y=2
adding both eq. we get x=13/2 y=9/2
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